With the increasing sophistication in the use of optimization algorithms such as deep learning on embedded systems, the convex optimization solvers on embedded systems have found widespread use. This letter presents a novel linear solver technique to reduce the run-time of convex optimization solver by using the property that some parameters are fixed during the solution iterations of a solve instance. Our experimental results show that the run-time can be reduced by two orders of magnitude
Model reduction and convex optimization are prevalent in science and engineering appli-cations. In t...
International audienceThe efficiency of modern optimization methods, coupled with increasing computa...
Convex optimization applies to numerous fields including signal and image processing, control, and f...
With the increasing sophistication in the use of optimization algorithms such as deep learning on em...
Convex optimization solvers are widely used in the embedded systems that require sophisticated optim...
In this Thesis, numerical implementation of optimization algorithms for convex quadratic problems th...
<p>The rapid growth in data availability has led to modern large scale convex optimization problems ...
Abstract — This paper proposes a novel approach for the efficient implementation of solvers for line...
The extensive use of a least-squares problem formulation in many fields is partly motivated by the e...
Applications abound in which optimization problems must be repeatedly solved, each time with new (bu...
International audienceThis paper demonstrates an efficient approach for the implementation of parame...
Technology scaling brings about the need for computationally efficient methods for circuit analysis,...
Convex optimization has developed a wide variety of useful tools critical to many applications in ma...
International audienceAdvanced embedded algorithms are growing in complexity and length, related to ...
This paper shows that the optimal subgradient algorithm (OSGA)—which uses first-order information to...
Model reduction and convex optimization are prevalent in science and engineering appli-cations. In t...
International audienceThe efficiency of modern optimization methods, coupled with increasing computa...
Convex optimization applies to numerous fields including signal and image processing, control, and f...
With the increasing sophistication in the use of optimization algorithms such as deep learning on em...
Convex optimization solvers are widely used in the embedded systems that require sophisticated optim...
In this Thesis, numerical implementation of optimization algorithms for convex quadratic problems th...
<p>The rapid growth in data availability has led to modern large scale convex optimization problems ...
Abstract — This paper proposes a novel approach for the efficient implementation of solvers for line...
The extensive use of a least-squares problem formulation in many fields is partly motivated by the e...
Applications abound in which optimization problems must be repeatedly solved, each time with new (bu...
International audienceThis paper demonstrates an efficient approach for the implementation of parame...
Technology scaling brings about the need for computationally efficient methods for circuit analysis,...
Convex optimization has developed a wide variety of useful tools critical to many applications in ma...
International audienceAdvanced embedded algorithms are growing in complexity and length, related to ...
This paper shows that the optimal subgradient algorithm (OSGA)—which uses first-order information to...
Model reduction and convex optimization are prevalent in science and engineering appli-cations. In t...
International audienceThe efficiency of modern optimization methods, coupled with increasing computa...
Convex optimization applies to numerous fields including signal and image processing, control, and f...